TREATISE ONLINE - College of William and Mary
TREATISE ONLINE - College of William and Mary
TREATISE ONLINE - College of William and Mary
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<strong>TREATISE</strong><br />
<strong>ONLINE</strong><br />
Number 29<br />
Part N, Revised, Volume 1, Chapter 24:<br />
Extinction in the Marine Bivalvia<br />
Paul G. Harnik <strong>and</strong> Rowan Lockwood<br />
2011<br />
Lawrence, Kansas, USA<br />
ISSN 2153-4012 (online)<br />
paleo.ku.edu/treatiseonline
PART N, REVISED, VOLUME 1, CHAPTER 24:<br />
EXTINCTION IN THE MARINE BIVALVIA<br />
Paul G. Harnik <strong>and</strong> rowan lockwood<br />
[Department <strong>of</strong> Geological <strong>and</strong> Environmental Sciences, Stanford University, paulharnik@gmail.com; <strong>and</strong> Department <strong>of</strong> Geology, The <strong>College</strong> <strong>of</strong><br />
<strong>William</strong> <strong>and</strong> <strong>Mary</strong>, rxlock@wm.edu]<br />
Bivalves are diverse <strong>and</strong> abundant constituents<br />
<strong>of</strong> modern marine faunas, <strong>and</strong> they<br />
have a rich fossil record that spans the<br />
Phanerozoic (Hallam & miller, 1988;<br />
mcroberts, 2001; Fraiser & bottjer,<br />
2007). Due to the high quality <strong>of</strong> their<br />
fossil record, they are well suited for investigating<br />
patterns <strong>of</strong> biodiversity change <strong>and</strong><br />
the processes that generate these patterns.<br />
Extinction <strong>and</strong> its influence on patterns <strong>of</strong><br />
diversification in the Bivalvia have figured<br />
prominently in a number <strong>of</strong> previous studies.<br />
Did bivalves diversify exponentially over<br />
geologic time with little long-term influence<br />
<strong>of</strong> mass extinction events (stanley,<br />
1975, 1977), or were catastrophic extinction<br />
events critical in shaping their dramatic post-<br />
Paleozoic radiation (Gould & calloway,<br />
1980)? Extinction is an important process<br />
in the evolutionary history <strong>of</strong> many clades.<br />
Selective or chance survivorship can shape<br />
morphological, ecological, <strong>and</strong> phylogenetic<br />
diversity <strong>and</strong> disparity (roy & Foote, 1997;<br />
jablonski, 2005; erwin, 2008). Extinction<br />
selectivity can also affect the susceptibility<br />
<strong>of</strong> lineages to later periods <strong>of</strong> environmental<br />
change (stanley, 1990a; jackson, 1995;<br />
jablonski, 2001; roy, Hunt, & jablonski,<br />
2009). In addition, extinction can open up<br />
opportunities for diversification through<br />
the removal <strong>of</strong> incumbent taxa (walker &<br />
Valentine, 1984; rosenzweiG & mccord,<br />
1991; bambacH, knoll, & sePkoski, 2002;<br />
jablonski, 2008b). Underst<strong>and</strong>ing how<br />
<strong>and</strong> why some organisms, including many<br />
bivalves, <strong>and</strong> not others became extinct in<br />
the past may prove useful in predicting the<br />
response <strong>of</strong> modern marine ecosystems to<br />
environmental change (dietl & Flessa,<br />
2009).<br />
Here we briefly review those features<br />
<strong>of</strong> the bivalve fossil record that make it<br />
particularly suitable for investigating diversity<br />
dynamics over geologic time. We then<br />
introduce recently developed analytical<br />
methods for estimating rates <strong>of</strong> extinction<br />
<strong>and</strong> origination from paleontological data<br />
that account for temporal variation in the<br />
quality <strong>of</strong> the preserved <strong>and</strong> sampled fossil<br />
record. Applying these methods to data for<br />
marine bivalves, we present a new analysis<br />
<strong>of</strong> extinction, origination, <strong>and</strong> preservation<br />
rates for bivalve genera over the Phanerozoic<br />
<strong>and</strong> examine the effect <strong>of</strong> extinction rate on<br />
subsequent origination rate. We review the<br />
growing literature on extinction risk in fossil<br />
marine bivalves <strong>and</strong> summarize the roles <strong>of</strong><br />
several biological factors that have proven<br />
important in predicting survivorship over<br />
geologic time. Although recent <strong>and</strong> historical<br />
extinction in freshwater mussels has been<br />
well studied (williams & others, 1993;<br />
ricciardi & rasmussen, 1999; lydeard<br />
& others, 2004; strayer & others, 2004;<br />
boGan, 2006), we focus on marine bivalves<br />
due to the quality <strong>of</strong> their fossil record over<br />
long time scales <strong>and</strong> the general congruence<br />
between phylogenetic hypotheses <strong>and</strong><br />
morphologic taxonomies (jablonski &<br />
Finarelli, 2009).<br />
MARINE BIVALVES AS<br />
A MODEL SYSTEM FOR<br />
ECOLOGICAL AND<br />
EVOLUTIONARY ANALYSIS<br />
The marine bivalve fossil record has been<br />
studied intensively by paleontologists <strong>and</strong><br />
malacologists for centuries. This body <strong>of</strong><br />
work has produced a detailed picture <strong>of</strong> the<br />
history <strong>of</strong> the clade <strong>and</strong> has advanced our<br />
general underst<strong>and</strong>ing <strong>of</strong> the processes that<br />
generate <strong>and</strong> maintain biodiversity in marine<br />
systems over time. Data for fossil bivalves<br />
© 2011, The University <strong>of</strong> Kansas, Paleontological Institute, ISSN (online) 2153-4012<br />
Harnik, Paul G., & Rowan Lockwood. 2011. Part N, Revised, Volume 1, Chapter 24: Extinction<br />
in the marine Bivalvia. Treatise Online 29:1–24, 4 fig., 1 table, 1 appendix.
2 Treatise Online, number 29<br />
have been instrumental in informing debates<br />
concerning the roles <strong>of</strong> biological factors in<br />
extinction risk (e.g., stanley, 1986a; rauP<br />
& jablonski, 1993; jablonski, 2005; riVadeneira<br />
& marquet, 2007; cramPton &<br />
others, 2010), the tempo <strong>and</strong> mode <strong>of</strong> evolutionary<br />
change (e.g., kelley, 1983; Geary,<br />
1987; rooPnarine, 1995), the processes<br />
underlying geographic gradients in diversity<br />
(e.g., roy & others, 1998; crame, 2002;<br />
Vermeij, 2005; jablonski, roy, & Valentine,<br />
2006), <strong>and</strong> the role <strong>of</strong> predation in<br />
evolutionary trends (e.g., stanley, 1986b;<br />
kelley, 1989; dietl & others, 2002). This<br />
depth <strong>of</strong> study is due in part to the high<br />
preservation potential <strong>of</strong> bivalve shells in<br />
shallow marine environments.<br />
Marine bivalves are not free from the<br />
taphonomic insults experienced by other<br />
marine invertebrate taxa, but their fossil<br />
record is relatively complete (Valentine,<br />
1989; Foote & rauP, 1996; HarPer, 1998;<br />
Foote & sePkoski, 1999; kidwell, 2005;<br />
Valentine & others, 2006), <strong>and</strong> the taphonomic<br />
biases that affect this record are increasingly<br />
well understood (cooPer & others,<br />
2006; Valentine & others, 2006). Taxa that<br />
have readily soluble shell microstructures, are<br />
small-bodied or thin-shelled, geographically<br />
restricted, commensal or parasitic, epifaunal,<br />
<strong>and</strong>/or occur in deeper water are less likely to<br />
be preserved <strong>and</strong> sampled (cooPer & others,<br />
2006; Valentine & others, 2006). Yet, the<br />
probability <strong>of</strong> being preserved <strong>and</strong> sampled<br />
is relatively high for bivalves living at shelf<br />
to intertidal depths. Approximately 75% <strong>of</strong><br />
all living genera <strong>and</strong> subgenera <strong>of</strong> shallow<br />
marine bivalves are also known from the fossil<br />
record (Valentine & others, 2006). Although<br />
postmortem dissolution <strong>of</strong> primary shell<br />
aragonite has resulted in considerable loss<br />
<strong>of</strong> molluscan skeletal material from the rock<br />
record (cHerns & wriGHt, 2000, 2009), this<br />
taphonomic filter does not appear to have<br />
biased macroevolutionary patterns inferred<br />
from fossil mollusks (kidwell, 2005).<br />
Recent studies have shown significant<br />
agreement between ecological metrics calculated<br />
for molluscan death assemblages <strong>and</strong><br />
the living communities from which they<br />
are derived (kidwell, 2001, 2002, 2005;<br />
lockwood & cHastant, 2006; Valentine<br />
& others, 2006). Notably, instances<br />
in which the ecological agreement between<br />
life <strong>and</strong> death assemblages is poor tend to<br />
be associated with sites affected by recent<br />
<strong>and</strong> pronounced anthropogenic environmental<br />
change (e.g., eutrophication <strong>and</strong><br />
benthic trawling), <strong>and</strong> not postmortem shell<br />
loss (kidwell, 2007). These taphonomic<br />
analyses provide a foundation for examining<br />
ecological shifts in the Bivalvia over geologic<br />
time as well as the susceptibility <strong>of</strong> bivalve<br />
taxa with particular traits to extinction.<br />
ESTIMATING EXTINCTION<br />
AND ORIGINATION FROM<br />
INCOMPLETE DATA<br />
Accurately estimating extinction <strong>and</strong> origination<br />
rates is challenging for all taxa, due to<br />
incomplete observations. In paleontological<br />
studies, the observed stratigraphic distribution<br />
<strong>of</strong> fossil occurrences is affected by preservation<br />
<strong>and</strong> sampling, leading to temporal<br />
<strong>of</strong>fsets between a taxon’s true time <strong>of</strong> origination<br />
<strong>and</strong> extinction <strong>and</strong> its observed first<br />
<strong>and</strong> last occurrences (siGnor & liPPs, 1982;<br />
marsHall, 1990; meldaHl, 1990; Foote,<br />
2000; Holl<strong>and</strong> & Patzkowsky, 2002;<br />
Foote, 2003). Preservation <strong>and</strong> sampling<br />
are biased by a number <strong>of</strong> factors, including<br />
the rarity <strong>and</strong> body size <strong>of</strong> taxa, as well as<br />
the overall quality <strong>and</strong> quantity (completeness)<br />
<strong>of</strong> the fossil record. The completeness<br />
<strong>of</strong> the fossil record varies systematically<br />
through time with tectonic <strong>and</strong>/or climatic<br />
factors (e.g., smitH, Gale, & monks, 2001;<br />
cramPton, Foote, beu, cooPer, & others,<br />
2006; S. Peters, 2006). It is also affected by<br />
the abundance <strong>of</strong> unlithified versus lithified<br />
sediments (Hendy, 2009; sessa, Patzkowsky,<br />
& bralower, 2009). Extinctions that occur<br />
during intervals <strong>of</strong> poor preservation <strong>and</strong><br />
sampling appear to happen earlier in time<br />
(back-smearing), whereas originations in<br />
those same intervals appear to happen later<br />
in time (forward-smearing). This problem<br />
is not unique to studies <strong>of</strong> the fossil record,
ut rather it presents a general challenge to<br />
any attempt to estimate extinction (or origination)<br />
from limited observations (solow,<br />
1993, 2005; riVadeneira, Hunt, & roy,<br />
2009).<br />
The degree <strong>of</strong> discordance between the<br />
timing <strong>of</strong> true extinction <strong>and</strong> origination<br />
<strong>and</strong> the observed stratigraphic ranges <strong>of</strong> taxa<br />
depends on temporal variation in preservation<br />
<strong>and</strong> sampling. Accounting for such variation<br />
can be critical in reconstructing diversity<br />
dynamics over geologic time. Multiple<br />
approaches have been developed to account<br />
for variable preservation <strong>and</strong> sampling<br />
in paleontological studies. The choice <strong>of</strong><br />
method depends on the specific question<br />
being addressed <strong>and</strong> the spatiotemporal<br />
scale <strong>of</strong> sampling. For example, at local or<br />
regional scales, datasets may be partitioned<br />
to examine only samples collected from<br />
comparable taphonomic or stratigraphic<br />
contexts (e.g., scarPoni & kowalewski,<br />
2007; n. Heim, 2009). At the global scale,<br />
two general approaches have been taken<br />
to account for temporal variation in the<br />
completeness <strong>of</strong> the known fossil record:<br />
occurrence-based approaches that rely on<br />
sub- or replicate-sampling methods, such<br />
as rarefaction (e.g., alroy & others, 2001;<br />
busH, markey, & marsHall, 2004; alroy<br />
& others, 2008) <strong>and</strong> capture-mark-recapture<br />
(e.g., connolly & miller, 2002; liow &<br />
others, 2008), <strong>and</strong> modeling approaches<br />
that estimate rates <strong>of</strong> extinction, origination,<br />
<strong>and</strong> preservation simultaneously from the<br />
observed paleontological data (Foote, 2000,<br />
2003, 2005). Preservation rate in this last<br />
approach describes jointly the probability <strong>of</strong><br />
preservation <strong>and</strong> sampling over time.<br />
MARINE BIVALVE<br />
EXTINCTION AND<br />
ORIGINATION DYNAMICS<br />
THROUGH THE<br />
PHANEROZOIC<br />
Here we estimate extinction, origination,<br />
<strong>and</strong> preservation rates simultaneously for<br />
marine bivalve genera through the Phanero-<br />
Extinction in the Marine Bivalvia<br />
3<br />
zoic using a likelihood-based modeling<br />
approach developed by Foote (2003, 2005).<br />
This approach uses numerical optimization<br />
to identify the time series <strong>of</strong> extinction,<br />
origination, <strong>and</strong> preservation rates most<br />
likely to have generated the observed data<br />
(i.e., the matrices <strong>of</strong> forward <strong>and</strong> backward<br />
survivorship frequencies calculated from<br />
the observed temporal distribution <strong>of</strong> first<br />
<strong>and</strong> last occurrences <strong>of</strong> genera) under a<br />
given model <strong>of</strong> evolution <strong>and</strong> preservation.<br />
Our analysis <strong>of</strong> bivalve diversity dynamics<br />
differs from previous studies (e.g., stanley,<br />
1977; Gould & calloway, 1980; kruG,<br />
jablonski, & Valentine, 2009), in that<br />
completeness <strong>of</strong> the preserved <strong>and</strong> sampled<br />
fossil record is explicitly taken into account<br />
in estimating evolutionary rates. Our analysis<br />
also focuses on rates <strong>of</strong> extinction <strong>and</strong><br />
origination rather than diversification rate or<br />
st<strong>and</strong>ing diversity (cf. stanley, 1977; Gould<br />
& calloway, 1980; miller & sePkoski,<br />
1988).<br />
We use a global compilation <strong>of</strong> observed<br />
first <strong>and</strong> last occurrences <strong>of</strong> marine bivalve<br />
genera for rate estimation (sePkoski, 2002).<br />
Data for the 2861 bivalve genera in sePkoski’s<br />
Compendium <strong>of</strong> Fossil Marine Animal<br />
Genera (2002) were compiled primarily from<br />
the first Treatise on Invertebrate Paleontology<br />
devoted to the Bivalvia (cox & others,<br />
1969; stenzel, 1971); data for the revised<br />
Treatise are as yet unavailable. The Paleobiology<br />
Database (alroy & others, 2001,<br />
2008)—a global compilation <strong>of</strong> spatial <strong>and</strong><br />
temporal occurrences <strong>of</strong> fossil taxa through<br />
the Phanerozoic—is another dataset that<br />
could have been used to investigate bivalve<br />
evolutionary rates. Although occurrencebased<br />
data can also be analyzed in such a<br />
way as to account for variable sampling<br />
<strong>and</strong> preservation (see above), we chose to<br />
analyze sePkoski’s Compendium <strong>of</strong> first<br />
<strong>and</strong> last occurrences to provide a benchmark<br />
against which analysis <strong>of</strong> data from<br />
the revised Treatise could be compared in<br />
the future. While we are eager to see how<br />
results differ following the taxonomic revisions<br />
anticipated in the revised Treatise, we
4 Treatise Online, number 29<br />
do not expect substantial changes. Studies<br />
conducted at comparably broad spatial,<br />
temporal, <strong>and</strong> taxonomic scales have shown<br />
that taxonomic errors tend to be r<strong>and</strong>omly<br />
distributed <strong>and</strong> overall macroevolutionary<br />
patterns are surprisingly robust (adrain &<br />
westroP, 2000; ausicH & Peters, 2005;<br />
waGner & others, 2007).<br />
Rates <strong>of</strong> extinction, origination, <strong>and</strong> preservation<br />
for marine bivalve genera were estimated<br />
for 71 time intervals that correspond<br />
roughly to geologic stages. Data for some<br />
stages were combined to minimize temporal<br />
variation in interval duration (median interval<br />
duration = 6.4 million years; interquartile<br />
range, 4.4 to 10.2 million years). Extinction<br />
<strong>and</strong> origination rates were calculated assuming<br />
a pulsed model <strong>of</strong> taxonomic turnover in<br />
which originations cluster at the start <strong>of</strong> each<br />
interval <strong>and</strong> extinctions at the end <strong>of</strong> each<br />
interval (Foote, 2003, 2005). Under this<br />
model, extinction rate equals the number <strong>of</strong><br />
genera last appearing in an interval divided<br />
by the total diversity <strong>of</strong> the interval; origination<br />
rate equals the number <strong>of</strong> new genera<br />
in an interval divided by the number present<br />
at the start <strong>of</strong> the interval; <strong>and</strong> preservation<br />
rate equals the estimated probability <strong>of</strong><br />
being preserved <strong>and</strong> sampled per genus per<br />
interval; see Foote (2003) for additional<br />
methodological details. We have also examined<br />
extinction <strong>and</strong> origination rates generated<br />
under an alternative evolutionary model in<br />
which taxonomic turnover occurs continuously<br />
(Foote, 2003). These models—pulsed<br />
versus continuous turnover—both identify<br />
peaks in origination <strong>and</strong> extinction rates for<br />
marine bivalves through the Phanerozoic, but<br />
the magnitudes <strong>and</strong> timing <strong>of</strong> the peaks differ<br />
somewhat. We restrict our discussion to the<br />
results <strong>of</strong> the pulsed turnover model, as this<br />
model has greater support globally (Foote,<br />
2005) <strong>and</strong> regionally (cramPton, Foote,<br />
beu, maxwell, & others, 2006), <strong>and</strong> also<br />
has the advantage <strong>of</strong> incorporating all genera,<br />
including those confined to a single stage, in<br />
the estimation <strong>of</strong> all three rates (Foote, 2003).<br />
Rates <strong>of</strong> extinction, origination, <strong>and</strong> preservation<br />
estimated for marine bivalve genera<br />
through the Phanerozoic are presented in<br />
Figure 1. Rates <strong>of</strong> preservation vary considerably<br />
over time, spanning nearly the full<br />
range from zero to one, with a median rate<br />
equal to 0.33. The median rate <strong>of</strong> preservation<br />
for bivalves in this analysis is lower than<br />
previous estimates (Foote & sePkoski, 1999;<br />
Valentine & others, 2006). This moderate<br />
rate <strong>of</strong> preservation overall, combined with<br />
its volatility over time, underscores the<br />
importance <strong>of</strong> accounting for temporal<br />
variation in the completeness <strong>of</strong> the fossil<br />
record when estimating extinction <strong>and</strong><br />
origination rates.<br />
In general, bivalves exhibit moderate<br />
rates <strong>of</strong> extinction <strong>and</strong> origination through<br />
the Phanerozoic (median rate <strong>of</strong> extinction<br />
= 0.1; median rate <strong>of</strong> origination = 0.2),<br />
with rare intervals <strong>of</strong> elevated rates (Fig.<br />
1). Prominent peaks in extinction occurred<br />
during the late Cambrian, end-Ordovician,<br />
Late Devonian, end-Permian, end-Triassic,<br />
<strong>and</strong> end-Cretaceous, all times <strong>of</strong> elevated<br />
extinction observed at much broader taxonomic<br />
scales (Foote, 2003). These extinction<br />
peaks have previously been observed<br />
in studies <strong>of</strong> the fossil record that assume<br />
perfect preservation, but it is noteworthy<br />
that they remain after accounting for the<br />
dramatic temporal variation observed in<br />
preservation rate.<br />
A secular decline in bivalve extinction<br />
<strong>and</strong> origination rates over the Phanerozoic<br />
is observed; the Spearman rank order correlation<br />
between extinction <strong>and</strong> origination<br />
rate <strong>and</strong> time is 0.26 <strong>and</strong> 0.25, respectively<br />
(p-value < 0.05 for both correlation tests).<br />
The Phanerozoic-scale decline in rates <strong>of</strong><br />
extinction <strong>and</strong> origination has also been<br />
observed at broader taxonomic scales (rauP<br />
& sePkoski, 1982; Van Valen, 1984; Foote,<br />
2003) <strong>and</strong> may result from the loss <strong>of</strong> extinction-prone<br />
lineages over time (roy, Hunt,<br />
& jablonski, 2009), although other mechanisms<br />
have also been proposed (alroy, 2008<br />
<strong>and</strong> references therein). Differing taxonomic<br />
practice could potentially contribute to the<br />
observed temporal variation in bivalve rates<br />
<strong>of</strong> taxonomic extinction <strong>and</strong> origination.
Extinction rate<br />
0 0.2 0.4 0.6 0.8<br />
Origination rate<br />
0 1.0 2.0 6.0 7.0<br />
Preservation rate<br />
0 0.3 0.6 0.9<br />
However, previous studies conducted at<br />
comparable scales have generally found<br />
taxonomic errors to be r<strong>and</strong>omly distributed<br />
(adrain & westroP, 2000; waGner<br />
& others, 2007), <strong>and</strong> there is little reason<br />
Extinction in the Marine Bivalvia<br />
C O S D C P Tr J K Cz<br />
500 400 300 200 100 0<br />
Geologic time (Ma)<br />
C O S D C P Tr J K Cz<br />
500 400 300 200 100 0<br />
Geologic time (Ma)<br />
C O S D C P Tr J K Cz<br />
500 400 300 200 100 0<br />
Geologic time (Ma)<br />
Extinction rate<br />
0 0.2 0.4 0.6 0.8<br />
Origination rate<br />
0 1.0 2.0 6.0 7.0<br />
Preservation rate<br />
0 0.3 0.6 0.9<br />
0 5 10 15 20 25 30 35<br />
Frequency<br />
0 10 20 30 40 50<br />
Frequency<br />
0 2 4 6 8 10 12 14<br />
Frequency<br />
FiG. 1. Extinction, origination, <strong>and</strong> preservation rates per interval for marine bivalves through the Phanerozoic.<br />
The left panel presents the mean time series <strong>of</strong> rate estimates derived from 100 bootstrap replicate samples <strong>of</strong> the<br />
observed data. The right panel presents the frequency distribution <strong>of</strong> rate magnitudes. Extinction <strong>and</strong> origination<br />
rates were estimated assuming a pulsed model <strong>of</strong> taxonomic turnover. Under this model, extinction rate equals the<br />
number <strong>of</strong> genera last appearing in an interval divided by the total diversity <strong>of</strong> the interval, origination rate equals<br />
the number <strong>of</strong> new genera in an interval divided by the number present at the start <strong>of</strong> an interval, <strong>and</strong> preservation<br />
rate is the estimated probability <strong>of</strong> preservation per genus per interval (new).<br />
5<br />
to expect rates <strong>of</strong> pseudoextinction <strong>and</strong><br />
pseudoorigination to decline toward the<br />
present day.<br />
To identify peaks <strong>of</strong> extinction that st<strong>and</strong><br />
out substantially above the baseline rate for
6 Treatise Online, number 29<br />
Extinction rate residuals<br />
−6 −4 −2 0 2<br />
C O S D C P Tr J K Cz<br />
500 400 300 200 100 0<br />
Geologic time (Ma)<br />
the portion <strong>of</strong> the Phanerozoic in which<br />
they occur, the long-term secular trend in<br />
both evolutionary rates was removed by<br />
fitting a linear regression to the natural<br />
logarithm <strong>of</strong> evolutionary rate against time<br />
(alroy, 2008). When the residual variation<br />
in extinction rate is considered, the<br />
late Cambrian, end-Permian, end-Triassic,<br />
<strong>and</strong> end-Cretaceous are times at which<br />
extinction was particularly severe for marine<br />
bivalves (Fig. 2). Depending on the cut-<strong>of</strong>f<br />
value used to define a severe extinction, the<br />
Eocene–Oligocene <strong>and</strong> Plio–Pleistocene<br />
are also noteworthy. This is consistent with<br />
previous studies that have documented<br />
substantial molluscan extinction, at least<br />
regionally, during these times (e.g., raFFi,<br />
stanley, & marasti, 1985; stanley, 1986a;<br />
allmon & others, 1993; ProtHero, iVany,<br />
& nesbitt, 2002; dockery & lozouet,<br />
2003; Hansen, kelley, & Haasl, 2004).<br />
Global patterns such as these emerge<br />
as the sum <strong>of</strong> processes <strong>of</strong> extinction <strong>and</strong><br />
origination operating at finer spatial scales.<br />
Processes <strong>of</strong> extinction <strong>and</strong> recovery are<br />
biogeographically complex. There are<br />
currently insufficient data to address spatial<br />
variation in extinction <strong>and</strong> recovery in any<br />
detail for many events. Intervals in which<br />
extinction triggers are both pronounced<br />
<strong>and</strong> widespread should result in greater<br />
congruence between patterns <strong>of</strong> taxonomic<br />
Origination rate residuals<br />
C O S D C P Tr J K Cz<br />
500 400 300 200 100 0<br />
Geologic time (Ma)<br />
FiG. 2. Residual variation in extinction <strong>and</strong> origination rates remaining after removing the secular decline in both<br />
rates through the Phanerozoic using linear regression. The so-called Big Five mass extinctions recognized in marine<br />
invertebrates are denoted with large black diamonds (new).<br />
−6 −4 −2 0 2<br />
turnover at global <strong>and</strong> regional scales, but<br />
such large events are relatively uncommon<br />
in the history <strong>of</strong> life. The end-Cretaceous<br />
(K/Pg, formerly K/T) mass extinction <strong>and</strong><br />
recovery is one example <strong>of</strong> a large-scale event<br />
in which the biogeographic fabric <strong>of</strong> diversity<br />
loss <strong>and</strong> rebound has received detailed<br />
study. At this time, regions differed little<br />
in the severity <strong>of</strong> extinction experienced by<br />
marine bivalves, but markedly in the timing<br />
<strong>and</strong> process <strong>of</strong> recovery (rauP & jablonski,<br />
1993; jablonski, 1998). Examples <strong>of</strong> more<br />
biogeographically differentiated intervals <strong>of</strong><br />
extinction <strong>and</strong> recovery for marine bivalves<br />
include the Triassic–Jurassic (e.g., Hallam,<br />
1981; aberHan, 2002) <strong>and</strong> Plio–Pleistocene<br />
(e.g., raFFi, Stanley, & marasti, 1985;<br />
stanley, 1986a; allmon & others, 1993;<br />
todd & others, 2002), among others.<br />
DIVERSITY-DEPENDENT<br />
DYNAMICS IN THE MARINE<br />
BIVALVIA THROUGH THE<br />
PHANEROZOIC<br />
Over their history, marine bivalves have<br />
experienced periods <strong>of</strong> elevated extinction<br />
<strong>and</strong> origination, as well as periods<br />
<strong>of</strong> relative evolutionary quiescence (Fig.<br />
1). To what extent have the dynamics <strong>of</strong><br />
extinction <strong>and</strong> origination been coupled<br />
over time? Extinction may facilitate origi-
nation through the removal <strong>of</strong> incumbent<br />
taxa <strong>and</strong> opening up <strong>of</strong> ecospace. Underst<strong>and</strong>ing<br />
whether extinction <strong>and</strong> origination<br />
rates operate in a diversity-dependent<br />
fashion has important implications for our<br />
underst<strong>and</strong>ing <strong>of</strong> the role <strong>of</strong> biotic interactions<br />
in diversification (sePkoski, 1978;<br />
miller & sePkoski, 1988; kircHner &<br />
weil, 2000a, 2000b; erwin, 2001; lu,<br />
yoGo, & marsHall, 2006; alroy, 2008;<br />
jablonski, 2008a). If diversity-dependent<br />
dynamics have been important for marine<br />
bivalves through the Phanerozoic, then<br />
times <strong>of</strong> limited extinction should have been<br />
followed by times <strong>of</strong> limited origination,<br />
<strong>and</strong> times <strong>of</strong> elevated extinction by times <strong>of</strong><br />
elevated origination. Whether the response<br />
<strong>of</strong> origination to extinction was immediate<br />
or lagged by some period <strong>of</strong> time depends<br />
on the nature <strong>of</strong> the recovery process. If<br />
extinction empties niches, then origination<br />
may respond rapidly to new ecological <strong>and</strong><br />
evolutionary opportunity. However, if niches<br />
depend in part upon diversity <strong>and</strong> need to<br />
be reconstructed following major perturbations,<br />
then temporal lags between extinction<br />
<strong>and</strong> origination peaks are to be expected.<br />
Pseudoextinction—the apparent evolutionary<br />
turnover <strong>of</strong> taxa resulting from<br />
anagenetic morphological evolution <strong>and</strong>/or<br />
variation in taxonomic practice—could also<br />
contribute to a positive relationship between<br />
extinction <strong>and</strong> subsequent origination, if<br />
rates <strong>of</strong> pseudoextinction are elevated over<br />
some intervals relative to others. If true, this<br />
is not necessarily less significant, as pseudoextinction<br />
presumably reflects some amount<br />
<strong>of</strong> morphological change. Thus, temporal<br />
variation in rates <strong>of</strong> pseudoextinction could<br />
<strong>of</strong>fer insight into the evolutionary response<br />
<strong>of</strong> taxa to changes in the biotic <strong>and</strong> abiotic<br />
environment. In practice, pseudoextinction<br />
is probably not a major factor governing<br />
the variation we observe in rates <strong>of</strong> extinction<br />
<strong>and</strong> origination—as well as their association—over<br />
the Phanerozoic history <strong>of</strong><br />
marine bivalves. Previous studies conducted<br />
at comparable spatial, temporal, <strong>and</strong> taxonomic<br />
scales that have compared taxonomi-<br />
Extinction in the Marine Bivalvia<br />
7<br />
cally st<strong>and</strong>ardized data with data aggregated<br />
from the literature without taxonomic st<strong>and</strong>ardization<br />
have generally found taxonomic<br />
errors to be r<strong>and</strong>omly distributed (adrain &<br />
westroP, 2000; waGner & others, 2007),<br />
<strong>and</strong> rate estimates, as a result, to be affected<br />
little by the process <strong>of</strong> taxonomic st<strong>and</strong>ardization<br />
(waGner & others, 2007; but see<br />
ausicH & Peters, 2005). Anagenesis within<br />
genera cannot be fully accounted for until<br />
a comprehensive genus-level phylogenetic<br />
framework exists for the Bivalvia.<br />
To determine whether evolutionary rates<br />
were diversity-dependent among marine<br />
bivalves through the Phanerozoic, we examined<br />
the variation in rates <strong>of</strong> extinction<br />
<strong>and</strong> origination that remains following the<br />
removal <strong>of</strong> the long-term secular decline in<br />
rates noted above. The effect <strong>of</strong> extinction<br />
on origination was evaluated using the slope<br />
<strong>of</strong> a linear regression model relating the rate<br />
<strong>of</strong> extinction in an interval (t) to the rate<br />
<strong>of</strong> origination in the next interval (t + 1).<br />
We evaluated the support for an effect <strong>of</strong><br />
extinction on subsequent origination by<br />
assessing whether the observed regression<br />
slope was significantly greater than zero,<br />
<strong>and</strong> whether it differed from that expected<br />
solely by chance via a permutation test. The<br />
distribution <strong>of</strong> null values against which the<br />
observed slope was compared was generated<br />
by r<strong>and</strong>omly shuffling the detrended rates <strong>of</strong><br />
extinction <strong>and</strong> origination <strong>and</strong> calculating<br />
the slope <strong>of</strong> the extinction versus origination<br />
relationship, <strong>and</strong> repeating this procedure<br />
10,000 times.<br />
A significant positive relationship is<br />
observed, such that periods <strong>of</strong> elevated<br />
extinction are followed by elevated origination,<br />
<strong>and</strong> periods <strong>of</strong> moderate extinction<br />
are followed by moderate origination (Fig.<br />
3; Table 1). The results <strong>of</strong> the permutation<br />
test also indicate that the observed relationship<br />
between extinction rate <strong>and</strong> subsequent<br />
origination rate among marine bivalves is<br />
significantly greater than expected by chance<br />
(Fig. 4). There is no indication <strong>of</strong> a lag in<br />
the response <strong>of</strong> origination to extinction;<br />
rather, origination responds immediately in
8 Treatise Online, number 29<br />
Origination rate (t+1)<br />
−6 −4 −2 0 2<br />
−6 −4 −2<br />
Extinction rate (t)<br />
0 2<br />
FiG. 3. The effect <strong>of</strong> extinction on origination for marine<br />
bivalve genera through the Phanerozoic. Plotted<br />
are the rates <strong>of</strong> extinction in each interval (t) against<br />
origination in the next interval (t + 1). Rates were logarithmically<br />
transformed <strong>and</strong> detrended prior to analysis;<br />
details provided in text. The dashed line is a linear<br />
regression model fitted to the extinction-origination<br />
relationship. A statistically significant positive relationship<br />
is observed, indicating that diversity-dependent<br />
processes have operated over the evolutionary history<br />
<strong>of</strong> the Bivalvia (new).<br />
the next interval, <strong>and</strong> this effect subsequently<br />
weakens over time. The association between<br />
extinction rate in an interval (t) <strong>and</strong> origination<br />
rate in the next interval (t + 1) was<br />
approximately double that <strong>of</strong> extinction rate<br />
<strong>and</strong> origination rate two intervals later (t + 2)<br />
(i.e., slopes <strong>of</strong> 0.30 <strong>and</strong> 0.16 respectively).<br />
These results are consistent with studies <strong>of</strong><br />
the relationship between extinction <strong>and</strong> origination<br />
for skeletonized marine invertebrates<br />
as a whole (lu, yoGo, & marsHall, 2006;<br />
alroy, 2008), <strong>and</strong> corroborate previous<br />
work on marine bivalves that documented<br />
hyperexponential bursts <strong>of</strong> diversification<br />
following mass extinction events (miller &<br />
sePkoski, 1988; kruG, jablonski, & Valentine,<br />
2009). It is important to note, however,<br />
that the diversity-dependent relationship<br />
between rates <strong>of</strong> extinction <strong>and</strong> origination<br />
for marine bivalves is not limited to mass<br />
extinctions <strong>and</strong> their associated recoveries.<br />
While removing the most extreme extinction<br />
events from the analysis somewhat<br />
weakens the relationship between extinction<br />
<strong>and</strong> subsequent origination, intervals char-<br />
table 1. Effect <strong>of</strong> extinction on origination for<br />
marine bivalve genera through the Phanerozoic.<br />
Effect was measured as the slope <strong>of</strong> the<br />
linear regression <strong>of</strong> extinction rate in an interval<br />
(t) on origination rate in the next interval<br />
(t + 1). Rates were detrended prior to analysis;<br />
details provided in text. A significant positive<br />
relationship is observed; intervals <strong>of</strong> elevated<br />
extinction are followed by intervals <strong>of</strong> elevated<br />
origination, <strong>and</strong> intervals <strong>of</strong> moderate extinction<br />
followed by intervals <strong>of</strong> moderate origination.<br />
This diversity-dependent relationship between<br />
extinction <strong>and</strong> origination is not driven<br />
simply by mass extinctions <strong>and</strong> their associated<br />
recovery intervals. Excluding intervals characterized<br />
by elevated extinction (e.g., the top<br />
5% <strong>of</strong> extinctions, top 10%) does not markedly<br />
weaken the overall relationship (new).<br />
Data Effect p-value<br />
All 0.3 0.02<br />
excluding top 5% 0.25 0.07<br />
excluding top 10% 0.22 0.12<br />
excluding top 20% 0.26 0.09<br />
excluding top 30% 0.33 0.04<br />
acterized by relatively low extinction rates<br />
also exhibit diversity dependence (Table 1).<br />
Extinction has been an important evolutionary<br />
process throughout the history <strong>of</strong><br />
marine bivalves, varying considerably in<br />
intensity over time, but contributing consistently<br />
to bivalve diversification, in part,<br />
through its effect on rates <strong>of</strong> origination.<br />
INFLUENCE OF BIOLOGICAL<br />
FACTORS ON EXTINCTION<br />
RISK AMONG MARINE<br />
BIVALVES<br />
Extinction selectivity, or the selective<br />
removal <strong>of</strong> taxa that possess particular<br />
ecological or evolutionary traits, also plays<br />
an important role in shaping macroevolutionary<br />
<strong>and</strong> macroecological patterns<br />
through time. Extinction selectivity can<br />
contribute to ecosystem reorganization by<br />
eliminating dominant taxa <strong>and</strong> allowing<br />
subordinate ones to diversify (Gould &<br />
calloway, 1980; jablonski, 1986, 1989;<br />
droser, bottjer, & sHeeHan, 1997); it can
edirect evolutionary or ecological trends by<br />
eliminating important innovations (Pojeta<br />
& Palmer, 1976; FürsicH & jablonski,<br />
1984; jablonski, 1986); <strong>and</strong> it can limit the<br />
potential evolution <strong>of</strong> clades by reducing<br />
variability (norris, 1991; liu & olsson,<br />
1992). By studying extinction selectivity<br />
over long time scales, one can assess not<br />
only which taxa went extinct, but potentially<br />
how <strong>and</strong> why they did so. This link<br />
between extinction pattern <strong>and</strong> process can<br />
help to bridge the gap between paleontology<br />
<strong>and</strong> conservation biology (see papers in<br />
dietl & Flessa, 2009). If we can determine<br />
which traits have influenced susceptibility to<br />
extinction during periods <strong>of</strong> past environmental<br />
change, then we may be better able<br />
to predict which organisms are most likely<br />
to go extinct or persist in the present day.<br />
Extinction selectivity is thought to have<br />
significantly influenced the evolutionary<br />
trajectory <strong>of</strong> marine invertebrates <strong>and</strong> the<br />
ecological structure <strong>of</strong> marine ecosystems<br />
through geologic time. Bivalves are no<br />
exception; indeed, several classic studies<br />
<strong>of</strong> extinction selectivity have focused on<br />
the long <strong>and</strong> relatively well-preserved fossil<br />
record <strong>of</strong> marine bivalves (e.g., bretsky,<br />
1973; kauFFman, 1978; jablonski, 1986;<br />
stanley, 1986a; jablonski, 2005). This<br />
is in part because bivalves display sufficient<br />
variation among taxa in traits such as<br />
morphology, feeding mode, life habit, larval<br />
type, geographic range, <strong>and</strong> stratigraphic<br />
range to allow workers to independently<br />
test the extent to which these traits relate to<br />
taxon survivorship.<br />
A review <strong>of</strong> the literature on extinction<br />
selectivity in fossil marine bivalves published<br />
in 2010 <strong>and</strong> before (see Appendix, p. 20)<br />
demonstrates that selectivity among taxa<br />
has been explored with respect to a wide<br />
variety <strong>of</strong> traits, such as abundance, feeding<br />
mode, life habit, geographic range, body<br />
size, temperature tolerance, species richness,<br />
<strong>and</strong> habitat breadth, among many others<br />
(33 traits in total). This review includes 170<br />
tests <strong>of</strong> extinction selectivity published in<br />
69 studies. The vast majority <strong>of</strong> selectivity<br />
studies have focused on Mesozoic (120<br />
Extinction in the Marine Bivalvia<br />
Frequency<br />
0 500 1000 1500<br />
−0.6 −0.3 0.0 0.3 0.6<br />
Effect <strong>of</strong> extinction (t) on origination (t+1)<br />
9<br />
FiG. 4. The effect <strong>of</strong> extinction on subsequent origination<br />
for marine bivalve genera through the Phanerozoic.<br />
Effect was measured using the slope <strong>of</strong> the linear regression<br />
<strong>of</strong> extinction rate in an interval (t) on origination<br />
rate in the next interval (t + 1). The gray frequency<br />
distribution presents the r<strong>and</strong>omized values, the solid<br />
arrow denotes the observed effect, <strong>and</strong> the dashed line<br />
indicates the 95th quantile <strong>of</strong> r<strong>and</strong>omized values. The<br />
observed effect is significantly greater than expected by<br />
chance (new).<br />
tests) <strong>and</strong> Cenozoic (114 tests) bivalves,<br />
with the Paleozoic receiving considerably<br />
less attention (18 tests). The extinctions<br />
represented in our database range from the<br />
largest <strong>and</strong> most catastrophic mass extinctions<br />
(including all <strong>of</strong> the so-called Big Five),<br />
to six smaller, possibly regional-scale, events<br />
(e.g., Eocene/Oligocene <strong>and</strong> Plio/Pleistocene)<br />
<strong>and</strong> background intervals. Selectivity<br />
has been examined at both the species (98<br />
tests) <strong>and</strong> genus (80 tests) levels. Examining<br />
the specific traits tested for selectivity, four<br />
traits have received the most attention:<br />
geographic range (27 tests), life habit (28<br />
tests), body size (21 tests), <strong>and</strong> feeding mode<br />
(15 tests).<br />
If extinction is defined as the point in<br />
time at which a taxon’s geographic range<br />
<strong>and</strong> abundance decrease to zero, taxa<br />
with broader geographic ranges should<br />
be less prone to extinction. The primary<br />
role that geographic distribution plays in<br />
determining survivorship has long been<br />
recognized for both modern <strong>and</strong> fossil taxa<br />
(see references in Gaston, 1994; rosenzweiG,<br />
1995; Payne & FinneGan, 2007).<br />
An early assessment <strong>of</strong> global survivorship
10 Treatise Online, number 29<br />
across four mass extinctions—the end-<br />
Ordovician, Late Devonian, end-Permian,<br />
<strong>and</strong> end-Triassic events—concluded that<br />
geographically widespread bivalve genera<br />
were more likely to survive, at least in the<br />
initial stages <strong>of</strong> an extinction event, before<br />
drastic deterioration <strong>of</strong> the physical environment<br />
(bretsky, 1973). The event that<br />
has been most thoroughly examined for<br />
geographic range selectivity is the K/Pg mass<br />
extinction, in conjunction with the interval<br />
<strong>of</strong> background extinction leading up to it.<br />
K/Pg survivorship patterns in bivalves <strong>and</strong><br />
gastropods, along the United States Gulf<br />
<strong>and</strong> Atlantic Coastal Plain <strong>and</strong> globally,<br />
suggest that the only trait reliably associated<br />
with genus survivorship is geographic<br />
range, whereas several traits are associated<br />
with genus- <strong>and</strong> species-level survivorship<br />
during the preceding background interval<br />
(jablonski, 1986, 1987, 1989; rauP &<br />
jablonski, 1993; jablonski & rauP, 1995;<br />
jablonski, 2005; jablonski & Hunt, 2006).<br />
Data for Southern Hemisphere bivalves<br />
across the K/Pg, also compiled at the genus<br />
level, support this general pattern (stilwell,<br />
2003). In contrast, during the end-Triassic<br />
extinction, European bivalve species with<br />
broader distributions appear no more likely<br />
to have survived this event than narrowly<br />
distributed taxa (mcroberts & newton,<br />
1995; mcroberts, newton, & allasinaz,<br />
1995). When the spatial scale <strong>of</strong><br />
analysis is exp<strong>and</strong>ed to global coverage, the<br />
same nonsignificant species-level pattern is<br />
observed for the end-Triassic (kiesslinG &<br />
aberHan, 2007).<br />
Taxonomic level <strong>and</strong> the intensity<br />
<strong>of</strong> extinction complicate the pattern <strong>of</strong><br />
geographic range selectivity. The data<br />
compiled here strongly suggest that widespread<br />
bivalve species were significantly more<br />
likely to survive background (jablonski,<br />
1986, 1987; jablonski & Hunt, 2006;<br />
kiesslinG & aberHan, 2007; cramPton<br />
& others, 2010; Harnik, 2011), but not<br />
mass extinction events (jablonski, 1986;<br />
Hansen & others, 1993; mcroberts &<br />
newton, 1995; mcroberts, newton, &<br />
allasinaz, 1995; jablonski, 2005; kiesslinG<br />
& aberHan, 2007; for exceptions, see rode<br />
& lieberman, 2004, for the Late Devonian,<br />
<strong>and</strong> stilwell, 2003, for the K/Pg). Late<br />
Neogene extinctions, intermediate in scale<br />
between the Big Five events <strong>and</strong> background<br />
extinction, differ in the effects <strong>of</strong> geographic<br />
range on selectivity among regions.<br />
Narrowly distributed species were more<br />
likely to become extinct in western South<br />
America (riVadeneira & marquet, 2007)<br />
<strong>and</strong> tropical America (rooPnarine, 1997),<br />
but not in western North America, where<br />
there is no evidence <strong>of</strong> selective extinction<br />
(stanley, 1986b). These complex patterns<br />
highlight the importance <strong>of</strong> assessing selectivity<br />
across a range <strong>of</strong> extinctions that differ<br />
in magnitude, as well as across a range <strong>of</strong><br />
taxonomic levels. It is possible that thresholds<br />
exist, such that geographic range no<br />
longer ensures the survival <strong>of</strong> a species, when<br />
the scale <strong>of</strong> environmental perturbation<br />
<strong>and</strong> extinction exceed a critical magnitude.<br />
If true, this has enormous implications for<br />
assessment <strong>of</strong> extinction risk <strong>and</strong> development<br />
<strong>of</strong> effective management strategies in<br />
modern ecosystems.<br />
Bivalve life habit, specifically the sites the<br />
animals occupy relative to the sedimentwater<br />
interface, is another ecological trait<br />
that is thought to affect survivorship.<br />
Which life habit favors survival probably<br />
depends on the mechanism <strong>of</strong> extinction.<br />
For example, epifaunal taxa are thought to<br />
be more vulnerable to predation pressure<br />
(stanley, 1977, 1982, 1986b; Vermeij,<br />
1987), which could lead to decreased population<br />
size <strong>and</strong> an increase in extinction risk.<br />
In contrast, an epifaunal life habit may be<br />
advantageous in escaping sudden changes in<br />
bottom water chemistry <strong>and</strong>/or oxygenation.<br />
Of the studies compiled here, 14 suggested<br />
that epifaunal taxa were more likely to<br />
become extinct than infaunal, 5 suggested<br />
the opposite, <strong>and</strong> 8 found no evidence <strong>of</strong><br />
selectivity either way. When these results are<br />
parsed according to the size <strong>of</strong> the extinction<br />
event, an interesting pattern emerges. The<br />
majority <strong>of</strong> background intervals studied<br />
(8 out <strong>of</strong> 10) suggest that infaunal bivalves<br />
were less likely to go extinct, while mass
extinctions yield contradictory results (4<br />
negative, 5 positive, 6 nonsignificant). When<br />
the mass extinction events are broken down<br />
by specific event, the results remain mixed.<br />
For example, while bivalve genera globally<br />
did not exhibit differential survival<br />
with respect to life habit across the end-<br />
Permian mass extinction (jablonski, 2005),<br />
regional patterns from China suggested<br />
greater losses <strong>of</strong> epifaunal than infaunal<br />
bivalve genera (knoll & others, 2007).<br />
Perhaps these differences reflect the extent<br />
to which different geographic regions were<br />
affected by environmental deterioration. In<br />
another example, preferential extinction <strong>of</strong><br />
infaunal bivalve species was documented<br />
across the K/Pg boundary in New Jersey<br />
<strong>and</strong> the Delmarva Peninsula <strong>of</strong> the United<br />
States (GallaGHer, 1991), but subsequent<br />
work found the opposite pattern for bivalve<br />
species in Denmark (HeinberG, 1999) <strong>and</strong><br />
the Southern Hemisphere (stilwell, 2003).<br />
Although global analyses <strong>of</strong> selectivity<br />
can be very useful in seeking possible causes<br />
<strong>of</strong> extinction, they can obscure regional<br />
patterns that may be less predictable <strong>and</strong> yet<br />
likely to provide more information about<br />
the interacting effects <strong>of</strong> biotic <strong>and</strong> abiotic<br />
factors on survivorship. Spatial variation in<br />
environmental change, coupled with spatial<br />
heterogeneity in the distributions <strong>of</strong> taxa <strong>and</strong><br />
associated biological traits, effectively ensure<br />
that patterns <strong>of</strong> selectivity will vary regionally<br />
(see Fritz, bininda-emonds, & PurVis,<br />
2009, for an example <strong>of</strong> geographic variation<br />
in extinction risk among extant mammals).<br />
Spatial variation may provide useful information<br />
about gradients <strong>of</strong> environmental change<br />
<strong>and</strong> the existence <strong>of</strong> environmental thresholds<br />
affecting taxon survivorship. Despite the<br />
clear importance <strong>of</strong> regional-scale studies in<br />
modern conservation biology, paleontological<br />
examples are few <strong>and</strong> far between.<br />
Although large body size is widely thought<br />
to increase extinction risk in vertebrates,<br />
the link between size <strong>and</strong> extinction risk in<br />
marine invertebrates is considerably more<br />
ambiguous (Hallam, 1975; stanley, 1986b;<br />
budd & joHnson, 1991; jablonski, 1996b;<br />
smitH & roy, 2006). Among invertebrates,<br />
Extinction in the Marine Bivalvia<br />
11<br />
increased body size is <strong>of</strong>ten associated<br />
with increased fecundity, broader environmental<br />
tolerance, <strong>and</strong> wider geographic<br />
range (stanley, 1986b; mckinney, 1990;<br />
rosenzweiG, 1995; Hildrew, raFFaelli, &<br />
edmonds-brown, 2007), which suggests<br />
that larger taxa should have increased rates<br />
<strong>of</strong> survivorship. Among marine bivalves,<br />
however, large body size is not generally associated<br />
with either extinction risk or survivorship.<br />
Body size <strong>and</strong> extinction are positively<br />
linked in only 7 <strong>and</strong> negatively linked in only<br />
2 (out <strong>of</strong> a total <strong>of</strong> 21) studies. Four <strong>of</strong> the 7<br />
studies that documented selective extinction<br />
<strong>of</strong> large taxa focused on regional patterns<br />
during intervals characterized by background<br />
rates <strong>of</strong> extinction; these include the Jurassic<br />
(Hallam, 1975), Miocene (<strong>and</strong>erson &<br />
rooPnarine, 2003, for the Western Atlantic<br />
<strong>and</strong> Caribbean, but not the Eastern Pacific),<br />
<strong>and</strong> Pleistocene (stanley, 1986a, 1990b).<br />
Interestingly, not a single one <strong>of</strong> the 10<br />
studies that considered size across a mass<br />
extinction event found a strong, conclusive<br />
link between body size <strong>and</strong> extinction,<br />
although the only 2 events investigated<br />
thus far are the end-Triassic (mcroberts &<br />
newton, 1995; mcroberts, newton, &<br />
allasinaz, 1995; mcroberts, krystyn, &<br />
sHea, 2008) <strong>and</strong> K/Pg (Hansen & others,<br />
1987; rauP & jablonski, 1993; jablonski<br />
& rauP, 1995; mcclure & boHonak,<br />
1995; jablonski, 1996a; lockwood, 2005;<br />
aberHan & others, 2007) events. Three<br />
<strong>of</strong> these 10 studies documented a decrease<br />
in bivalve size across a mass extinction<br />
boundary (Norian–Rhaetian: mcroberts,<br />
krystyn, & sHea, 2008; K/Pg: Hansen &<br />
others, 1987; aberHan & others, 2007),<br />
but it is unclear in each case whether these<br />
patterns were driven by extinction selectivity,<br />
within lineage size change, or size-biased<br />
origination.<br />
One <strong>of</strong> the few instances in which a<br />
connection between large body size <strong>and</strong><br />
survivorship has been documented convincingly<br />
focused on scallops across the Plio–<br />
Pleistocene extinction in California (smitH<br />
& roy, 2006). This positive relationship was<br />
not apparent until phylogenetic relationships
12 Treatise Online, number 29<br />
were considered. This emphasizes an underappreciated<br />
problem that may affect many<br />
selectivity studies. Patterns <strong>of</strong> selectivity can<br />
sometimes be masked or artificially exaggerated<br />
when phylogenetic relationships are not<br />
taken into account (PurVis, 2008). Taxa may<br />
share a particular trait <strong>and</strong> similar pattern<br />
<strong>of</strong> survivorship because they are related<br />
to each other <strong>and</strong> not necessarily because<br />
the trait under consideration, by itself,<br />
confers survivorship. A recent analysis (roy,<br />
Hunt, & jablonski, 2009) <strong>of</strong> Jurassic to<br />
Recent bivalves demonstrated conclusively<br />
that phylogenetic clustering <strong>of</strong> extinction<br />
occurs. Phylogenetic relationships do not<br />
always affect patterns <strong>of</strong> selectivity, however;<br />
for example, patterns <strong>of</strong> selectivity among<br />
Cenozoic mollusks from New Zeal<strong>and</strong> did<br />
not change appreciably after accounting<br />
for phylogeny (Foote & others, 2008;<br />
cramPton & others, 2010). The fact that<br />
taxa in some clades are significantly more<br />
extinction-prone than others does strongly<br />
suggest that future paleontological studies<br />
<strong>of</strong> selectivity should explicitly account for<br />
phylogenetic effects.<br />
In general, deposit feeding is thought<br />
to represent a more generalized dietary<br />
mode than suspension feeding <strong>and</strong> could<br />
promote survivorship, especially across<br />
events that involve a collapse in primary<br />
productivity. leVinton’s (1974) observation<br />
that genera <strong>of</strong> deposit-feeding bivalves were<br />
geologically longer-lived than suspensionfeeders,<br />
has inspired an ongoing debate<br />
over whether bivalves with different feeding<br />
modes experience different extinction trajectories.<br />
Building on this work, a qualitative<br />
examination <strong>of</strong> background extinction in<br />
Cretaceous bivalve species documented<br />
particularly slow rates <strong>of</strong> evolution <strong>and</strong> long<br />
stratigraphic durations in deposit-feeders<br />
relative to suspension-feeders (kauFFman,<br />
1978). The majority <strong>of</strong> studies that have<br />
explicitly tested for extinction selectivity<br />
according to feeding mode have focused on<br />
the K/Pg event, with mixed results. Seven<br />
out <strong>of</strong> 11 studies have reported selective<br />
extinction <strong>of</strong> suspension-feeding genera<br />
(e.g., sHeeHan & Hansen, 1986; rHodes<br />
& tHayer, 1991; rauP & jablonski, 1993;<br />
jablonski & rauP, 1995; jablonski, 1996a;<br />
stilwell, 2003; aberHan & others, 2007).<br />
There is preliminary evidence to suggest<br />
that the strength <strong>of</strong> the selectivity may<br />
have increased with distance away from the<br />
United States Gulf Coastal Plain, which<br />
raises the question as to whether proximity<br />
to the killing agent, in this case the K/Pg<br />
bolide impact that occurred in the Yucatan,<br />
has an effect on selectivity patterns. Studies<br />
limited to eastern Texas (Hansen & others,<br />
1987; Hansen, Farrell, & uPsHaw, 1993;<br />
Hansen & others, 1993, for exception see<br />
sHeeHan & Hansen, 1986) or the United<br />
States Gulf <strong>and</strong> Atlantic Coastal Plain<br />
(mcclure & boHonak, 1995), have yielded<br />
either weak or no evidence for selectivity.<br />
On the other h<strong>and</strong>, regional studies in the<br />
Southern Hemisphere (e.g., stilwell, 2003)<br />
<strong>and</strong> Argentina (aberHan & others, 2007)<br />
have suggested that proximity matters, as<br />
they have shown strong evidence for selectivity.<br />
Although jablonski’s work (rauP &<br />
jablonski, 1993; jablonski & rauP, 1995;<br />
jablonski, 1996a) clearly supports a global<br />
pattern <strong>of</strong> selective extinction <strong>of</strong> suspensionfeeding<br />
bivalves at the K/Pg, he has argued<br />
that this was driven by taxonomic factors,<br />
rather than selectivity according to feeding<br />
mode. He <strong>and</strong> his colleagues pointed to<br />
anomalously low rates <strong>of</strong> extinction in the<br />
two bivalve orders Nuculoida <strong>and</strong> Lucinoida<br />
<strong>and</strong> argued that other attributes <strong>of</strong> these two<br />
clades helped to promote their survivorship.<br />
sHeeHan <strong>and</strong> Hansen (1986), Hansen <strong>and</strong><br />
others (1987, 1993), <strong>and</strong> Hansen, Farrell,<br />
<strong>and</strong> uPsHaw (1993) emphasized the shift<br />
from molluscan communities dominated by<br />
suspension-feeders to those dominated by<br />
deposit-feeders across the K/Pg boundary, a<br />
pattern that could have been caused by selective<br />
extinction against suspension-feeders,<br />
preferential recovery <strong>of</strong> deposit-feeders,<br />
or some combination <strong>of</strong> the two. Explicit<br />
evaluation <strong>of</strong> this possibility, in addition to<br />
detailed tracking <strong>of</strong> feeding mode across the<br />
recovery interval, is still lacking. Although<br />
early studies heralded the usefulness <strong>of</strong><br />
patterns <strong>of</strong> extinction selectivity based on
feeding habits in differentiating among<br />
possible extinction mechanisms, this potential<br />
has seldom been realized (but see knoll<br />
& others, 1996, 2007, for exceptions). As<br />
our underst<strong>and</strong>ing <strong>of</strong> changes in primary<br />
productivity associated with mass extinctions<br />
deepens, aided by geochemical proxies,<br />
it should be possible to further refine <strong>and</strong><br />
test hypotheses bearing on the relationship<br />
between feeding mode <strong>and</strong> extinction risk<br />
across an array <strong>of</strong> marine environments.<br />
Most <strong>of</strong> the studies outlined above focus<br />
on the selectivity <strong>of</strong> single traits <strong>and</strong> do not<br />
consider the potential interactions among<br />
multiple traits. We have every reason to<br />
believe, based on ecological studies <strong>of</strong> extant<br />
bivalves <strong>and</strong> many other clades, that several<br />
<strong>of</strong> these traits, for example, body size <strong>and</strong><br />
geographic range (jablonski & roy, 2003;<br />
cramPton & others, 2010; Harnik, 2011),<br />
are linked to one another. This raises the<br />
question—to what extent do these interactions<br />
influence patterns <strong>of</strong> selectivity? A<br />
h<strong>and</strong>ful <strong>of</strong> recent studies have tackled this<br />
question for marine bivalves (jablonski &<br />
Hunt, 2006; riVadeneira & marquet,<br />
2007; jablonski, 2008a; cramPton &<br />
others, 2010; Harnik, 2011). Almost all<br />
<strong>of</strong> them have found that geographic range<br />
played a more important role in survivorship<br />
than any other ecological trait. For example,<br />
in a genus-level analysis <strong>of</strong> selectivity across<br />
the K/Pg mass extinction, jablonski (2008a)<br />
independently tested the effects <strong>of</strong> body<br />
size, geographic range, <strong>and</strong> species richness,<br />
<strong>and</strong> found that the last two traits were both<br />
statistically significantly correlated with<br />
survivorship. However, once the covariation<br />
among these three traits was controlled for,<br />
geographic range yielded the only significant<br />
evidence for selectivity. In what is perhaps<br />
the most extensive multivariate selectivity<br />
study to date, cramPton <strong>and</strong> others (2010)<br />
assessed the relative importance <strong>of</strong> several<br />
traits, including geographic range, body size,<br />
feeding mode, life habit, <strong>and</strong> larval type, in<br />
promoting survivorship among Cenozoic<br />
bivalve species from New Zeal<strong>and</strong>. Once<br />
again, in a multivariate framework, the<br />
only trait to show demonstrable selectivity<br />
Extinction in the Marine Bivalvia<br />
13<br />
was geographic range. Such multivariate<br />
approaches are crucial to studies <strong>of</strong> selectivity,<br />
<strong>of</strong>fering considerable insight into the<br />
direct <strong>and</strong> indirect effects <strong>of</strong> extinction on<br />
the evolution <strong>of</strong> correlated traits. A clear<br />
underst<strong>and</strong>ing as to how traits interact,<br />
influencing extinction risk across a range <strong>of</strong><br />
past events, is needed, if bivalve workers are<br />
to make such patterns relevant to managers<br />
predicting biotic response to current extinction<br />
pressures.<br />
CONCLUSIONS<br />
One <strong>of</strong> the major insights <strong>of</strong> paleontology<br />
is the importance <strong>of</strong> extinction in shaping<br />
the diversity <strong>of</strong> life through time. The<br />
effects <strong>of</strong> extinction on diversity dynamics<br />
have been intensively studied in the marine<br />
Bivalvia because <strong>of</strong> their relatively complete<br />
fossil record, the considerable biological<br />
variation that exists among taxa, <strong>and</strong> their<br />
diversity <strong>and</strong> abundance in shallow marine<br />
environments today <strong>and</strong> in the past. In this<br />
contribution, we provide new estimates <strong>of</strong><br />
global extinction <strong>and</strong> origination rates for<br />
marine bivalve genera through the Phanerozoic<br />
that explicitly account for temporal<br />
variation in preservation. These analyses,<br />
using data compiled primarily from the first<br />
Treatise on Invertebrate Paleontology (Part<br />
N: cox & otHers, 1969; stenzel, 1971),<br />
underscore the important contributions <strong>of</strong><br />
the Treatise to our underst<strong>and</strong>ing <strong>of</strong> bivalve<br />
macroevolutionary history. While rates <strong>of</strong><br />
extinction <strong>and</strong> origination are moderate<br />
for marine bivalves overall, times <strong>of</strong> severe<br />
extinction <strong>and</strong> times <strong>of</strong> general quiescence<br />
are observed through the Phanerozoic. Intervals<br />
<strong>of</strong> elevated global extinction for marine<br />
bivalves correspond to intervals <strong>of</strong> elevated<br />
extinction for marine invertebrates more<br />
broadly, <strong>and</strong> bivalves exhibit secular declines<br />
in rates <strong>of</strong> extinction <strong>and</strong> origination over<br />
the Phanerozoic that are also observed at<br />
much broader taxonomic scales. Throughout<br />
their history, marine bivalves exhibited<br />
coupled dynamics <strong>of</strong> extinction <strong>and</strong> origination,<br />
with periods <strong>of</strong> elevated extinction<br />
followed by periods <strong>of</strong> elevated origination,<br />
<strong>and</strong> moderate extinction by moderate origi-
14 Treatise Online, number 29<br />
nation. This diversity-dependent process is<br />
most pronounced following mass extinctions,<br />
but operated consistently throughout<br />
the history <strong>of</strong> the clade. Studies <strong>of</strong> marine<br />
bivalves have yielded important insights into<br />
extinction selectivity, <strong>and</strong> specifically, the<br />
effects <strong>of</strong> biological traits on survivorship.<br />
We review this literature, focusing on four<br />
traits that have received the most attention.<br />
Geographic range size is the most consistent<br />
predictor <strong>of</strong> bivalve survivorship considered<br />
to date. Traits like feeding mode <strong>and</strong> life<br />
habit may also be important, but these are<br />
probably more dependent on the particular<br />
context <strong>of</strong> environmental change. Body<br />
size is largely decoupled from extinction<br />
risk despite reasons to expect otherwise.<br />
The growing paleontological literature on<br />
selectivity underscores the major contribution<br />
<strong>of</strong> fossil bivalves to our underst<strong>and</strong>ing<br />
<strong>of</strong> the factors that influence extinction risk.<br />
It highlights a fruitful area for collaboration<br />
between researchers studying the effects <strong>of</strong><br />
extinction on marine systems today <strong>and</strong> in<br />
the past.<br />
ACKNOWLEDGMENTS<br />
Michael Foote generously provided the<br />
rate estimates presented in Figure 1, <strong>and</strong><br />
his assistance throughout the preparation<br />
<strong>of</strong> this manuscript was invaluable.<br />
Thank you to Heather Richardson at the<br />
<strong>College</strong> <strong>of</strong> <strong>William</strong> <strong>and</strong> <strong>Mary</strong> for her help<br />
in compiling the bibliography. The quality<br />
<strong>of</strong> this manuscript was greatly improved by<br />
the comments <strong>of</strong> Martin Aberhan, Joseph<br />
Carter, James Crampton, Patricia Kelley,<br />
Roger Thomas, <strong>and</strong> members <strong>of</strong> Jonathan<br />
Payne’s lab at Stanford University. A portion<br />
<strong>of</strong> this work was conducted while Rowan<br />
Lockwood was a Sabbatical Fellow at the<br />
National Center for Ecological Analysis <strong>and</strong><br />
Synthesis, a Center funded by NSF (Grant<br />
#EF-0553768), the University <strong>of</strong> California,<br />
Santa Barbara, <strong>and</strong> the State <strong>of</strong> California.<br />
This material is based upon work supported<br />
by the National Science Foundation under<br />
Grant No. EAR-0718745 to Rowan Lockwood<br />
<strong>and</strong> collaborators.<br />
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20 Treatise Online, number 29<br />
aPPendix. Database <strong>of</strong> extinction selectivity studies in fossil marine bivalves; please note that the compilation <strong>of</strong> past work summarized here is ongoing<br />
<strong>and</strong> should not be considered exhaustive (new).<br />
Trait Reference Pattern Taxon Taxon Age Location Notes<br />
level<br />
Abundance Harnik, 2011 NS 3 superfm sp Eo US Gulf CP<br />
Abundance Kiessling & Aberhan, 2007 NS biv sp T/J Global<br />
Abundance Kiessling & Aberhan, 2007 Neg biv sp Tri-Jur Global Geo range more important than abundance in determining extinction risk.<br />
Abundance Lockwood, 2003 NS biv gen K/Pg US CP<br />
Abundance McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Abundance Simpson & Harnik, 2009 Nonlinear biv gen post Pz Global Rare <strong>and</strong> abundant genera exhibit elevated extinction rates.<br />
Active locom Aberhan & others, 2007 Pos? moll dom sp K/Pg Argentina Decline <strong>of</strong> individuals with active lifestyles across boundary, excluding<br />
nuculoids <strong>and</strong> lucinids. May or may not be due to extinction selectivity.<br />
Active locom Rhodes & Thayer, 1991 Pos biv gen K/Pg Global<br />
Aragonite Hautmann & others, 2008 Pos biv dom sp T/J Tibet<br />
Bathy range Jablonski & Raup, 1995 NS biv gen K/Pg US CP<br />
Bathy range Jablonski, 1996a NS biv, gast gen K/Pg Global<br />
Bathy range Raup & Jablonski, 1993 NS biv gen K/Pg Global<br />
Body size Aberhan & others, 2007 Pos? moll dom sp K/Pg Argentina Size decrease may or may not be due to extinction selectivity.<br />
Body size Anderson & Roopnarine, 2003 Pos corbulids gen Mio Carib/W Atl<br />
Body size Anderson & Roopnarine, 2003 NS corbulids gen Mio E Pacific<br />
Body size Crampton & others, 2010 NS biv sp Cz NZ<br />
Body size Hallam, 1975 Pos biv, ammon gen, sp Jur W Euro<br />
Body size Hansen & others, 1987 Pos? biv sp K/Pg E Texas Shift to smaller bivalves. May or may not be extinction selectivity.<br />
Body size Harnik, 2011 Varies 3 superfm sp Eo US Gulf CP Correlation between size <strong>and</strong> duration positive in veneroids, negative in<br />
pectinoids, not significant in carditoids<br />
Body size Jablonski & Raup, 1995 NS biv gen K/Pg Global<br />
Body size Jablonski, 1996a NS biv gen K/Pg Global<br />
Body size Jablonski, 1996b NS biv, gast sp Late Cret US CP<br />
Body size Lockwood, 2005 NS 3 groups gen E/O N Am, Euro Large taxa radiate after extinction. Groups include veneroids, arcticoids,<br />
<strong>and</strong> glossoids.<br />
Body size Lockwood, 2005 NS 3 groups gen K/Pg N Am, Euro Small taxa radiate after extinction. Groups include veneroids, arcticoids,<br />
<strong>and</strong> glossoids.<br />
Body size McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Body size McRoberts & Newton, 1995 NS biv sp T/J Euro<br />
Body size McRoberts, Newton, & Allasinaz, 1995 NS biv sp T/J Euro<br />
Body size McRoberts, Krystyn, & Shea, 2008 Pos? Monotis sp Nor/Rhaet Austria Size decrease may or may not be due to extinction selectivity.<br />
Body size Raup & Jablonski, 1993 NS biv gen K/Pg Global<br />
Body size Smith & Roy, 2006 Neg scallops gen Plio/Pleist California Pattern significant only when adjusted for phylogenetic bias.<br />
Body size Stanley, 1986a Neg biv sp Plio/Pleist SE US Siphonate bivalves only.<br />
Body size Stanley, 1986a Pos biv sp Pleist-Rec W N Am, Japan Siphonate bivalves only.<br />
Body size Stanley, 1990b Pos biv sp Pleist-Rec W N Am, Japan<br />
Bur depth Kauffman, 1978 Neg biv sp Cret N Amer Suspension feeders only.<br />
Bur depth Lockwood, 2004 NS 3 groups gen K/Pg N Am, Euro Deeper burrowing taxa radiate during recovery.
aPPendix (Continued).<br />
Extinction in the Marine Bivalvia<br />
Bur depth McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Bur depth Stanley, 1990b Neg biv sp Pleist-Rec W N Am, Japan<br />
Endemicity Aberhan & Fürsich, 1997 Pos biv sp Pliens-Toar Andean basin<br />
Endemicity Aberhan & Fürsich, 2000 Pos biv sp Pliens-Toar Andean basin<br />
Endemicity Hallam, 1981 Neg biv gen T/J Global<br />
Endemicity Stanley, 1986a Pos biv sp Plio/Pleist SE US<br />
Endemicity Vermeij, 1986 Pos moll sp Plio N Atl<br />
Environment Rode & Lieberman, 2004 See notes biv, brach sp F/F N Amer Increased survival for taxa inhabiting middle-outer platform environments,<br />
but not taxa inhabiting open shelf.<br />
Epifaunal Aberhan & Baumiller, 2003 Neg biv sp early Jur NW Euro, Andes<br />
Epifaunal Aberhan & Fürsich, 1997 Pos? biv sp Pliens-Toar Andean basin Long-term increase in infaunal suspension feeders may be due to extinction<br />
selectivity or environmental change. Both infaunal <strong>and</strong> epifaunal<br />
suspension-feeders decrease across boundary.<br />
Epifaunal Clapham & Bottjer, 2007 Pos? biv, gast gen Perm Global Increase in abundance <strong>of</strong> infaunal bivalves may or may not be due to<br />
extinction selectivity.<br />
Epifaunal Cope, 2002 Pos biv gen O/S Global<br />
Epifaunal Crame, 2002 Pos biv gen, sp Cret Global In higher latitudes.<br />
Epifaunal Crampton & others, 2010 NS biv sp Cz NZ<br />
Epifaunal Gallagher, 1991 Neg moll sp K/Pg US Atl CP<br />
Epifaunal Hautmann & others, 2008 Neg biv dom sp T/J Tibet<br />
Epifaunal Heinberg, 1999 Pos? biv sp K/Pg Denmark Within habitat comparison shows increase in infaunal species across<br />
boundary, may or may not be due to extinction selectivity.<br />
Epifaunal Jablonski & Raup, 1995 NS biv gen K/Pg Global Excluding rudists.<br />
Epifaunal Jablonski, 1996a NS biv gen K/Pg Global Excluding rudists.<br />
Epifaunal Jablonski, 2005 NS biv gen K/Pg Global<br />
Epifaunal Jablonski, 2005 NS biv gen P/T Global<br />
Epifaunal Jablonski, 2005 Pos biv gen T/J-K/Pg Global<br />
Epifaunal Kauffman, 1977 Pos biv sp Cret W Interior<br />
Epifaunal Kauffman, 1978 Pos biv sp Cret N Amer<br />
Epifaunal Knoll & others, 2007 Pos biv gen P/T China<br />
Epifaunal Levinton, 1973 Pos 6 species sp Rec New York Slower evolutionary rates among infaunal <strong>and</strong> deep water epifaunal, relative<br />
to shallow water epifaunal taxa.<br />
Epifaunal Levinton, 1974 Pos 4 groups gen Phan Global Comparison <strong>of</strong> mortality rates between selective suspension-feeders<br />
(Pectinacea, Pteriacea, Veneracea) <strong>and</strong> detritus feeders (Nuculoida).<br />
Epifaunal M<strong>and</strong>er & Twitchett, 2008 - biv gen T/J NW Euro Poor preservation <strong>of</strong> early Jurassic infaunal taxa indicates that selectivity<br />
may be artifactual.<br />
Epifaunal McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Epifaunal McRoberts & Newton, 1995 Neg biv sp T/J Euro<br />
Epifaunal McRoberts, 2001 Pos biv gen T/J Global<br />
Epifaunal McRoberts, Newton, & Allasinaz, 1995 Neg biv sp T/J Euro<br />
Epifaunal Raup & Jablonski, 1993 NS biv gen K/Pg Global<br />
Epifaunal Rivadeneira & Marquet, 2007 Pos biv sp Late Ng W S Amer<br />
21
22 Treatise Online, number 29<br />
aPPendix (Continued).<br />
Trait Reference Pattern Taxon Taxon Age Location Notes<br />
level<br />
Epifaunal Stanley, 1986a NS biv sp Plio/Pleist SE US<br />
Epifaunal Stilwell, 2003 Pos moll gen, sp K/Pg S hemis<br />
Escalation Hansen & others, 1999 NS biv, gast sp E/O US CP Used morphology as proxy for escalation.<br />
Escalation Hansen & others, 1999 NS biv, gast sp K/Pg US CP Used morphology as proxy for escalation.<br />
Escalation Hansen & others, 1999 NS biv, gast sp Mio US CP Used morphology as proxy for escalation.<br />
Escalation Hansen & others, 1999 Pos biv, gast sp Plio/Pleist US CP Used morphology as proxy for escalation.<br />
Escalation Reinhold & Kelley, 2005 NS biv, gast gen, sp K/Pg Mississippi Used morphology as proxy for escalation, only one trait (crenulate<br />
margins) associated with higher extinction risk in bivalves.<br />
Geo range Bretsky, 1973 Neg biv gen F/F Global<br />
Geo range Bretsky, 1973 Neg biv gen O/S Global<br />
Geo range Bretsky, 1973 Neg biv gen P/T Global<br />
Geo range Bretsky, 1973 Neg biv gen T/J Global<br />
Geo range Crampton & others, 2010 Neg biv sp Cz NZ<br />
Geo range Hallam & Wignall, 1997 Neg biv gen T/J Global<br />
Geo range Hansen & others, 1993 NS moll sp K/Pg E Texas<br />
Geo range Harnik, 2011 Neg 3 superfm sp Eo US Gulf CP<br />
Geo range Jablonski & Hunt, 2006 Neg moll sp Cret-Cz US CP Geo range is more important than larval mode in predicting extinction risk.<br />
Geo range Jablonski & Raup, 1995 Neg biv gen K/Pg Global<br />
Geo range Jablonski, 1986 NS biv, gast gen K/Pg US CP<br />
Geo range Jablonski, 1986 NS biv, gast sp w/in gen K/Pg US CP<br />
Geo range Jablonski, 1986 Neg biv, gast sp w/in gen Late Cret US CP<br />
Geo range Jablonski, 1987 Neg biv, gast sp Cret US CP<br />
Geo range Jablonski, 1989 Neg biv, gast gen K/Pg N Am<br />
Geo range Jablonski, 2005 NS biv, gast sp w/in gen K/Pg US CP<br />
Geo range Jablonski, 2005 Neg biv, gast sp w/in gen Late Cret US CP Genera containing widespread species more extinction resistant.<br />
Geo range Kiessling & Aberhan, 2007 NS biv sp T/J Global<br />
Geo range Kiessling & Aberhan, 2007 Neg biv sp Tri-Jur Global Geo range more important than abundance in determining extinction risk.<br />
Geo range McRoberts & Newton, 1995 NS biv sp T/J Euro<br />
Geo range McRoberts, Newton, & Allasinaz, 1995 NS biv sp T/J Euro<br />
Geo range Raup & Jablonski, 1993 Neg biv gen K/Pg Global<br />
Geo range Rivadeneira & Marquet, 2007 Neg biv sp Late Ng W S Amer<br />
Geo range Rode & Lieberman, 2004 Neg biv, brach sp F/F N Amer<br />
Geo range Roopnarine, 1997 Neg chionines sp Late Ng trop Amer Regions with higher degrees <strong>of</strong> endemism affected more severely.<br />
Geo range Stanley, 1986b NS biv sp Late Ng W N Amer<br />
Geo range Stilwell, 2003 Neg moll gen, sp K/Pg S hemis<br />
Hypercapnia Bottjer & others, 2008 Pos? biv gen P/T Global 4 cosmopolitan bivalve genera flourish after P/T, probably tolerant <strong>of</strong><br />
H S <strong>and</strong> CO , may or may not be due to extinction selectivity.<br />
2 2<br />
Hypercapnia Knoll & others, 1996 Pos biv gen P/T China<br />
Hypercapnia Knoll & others, 1996 Pos biv gen P/T China<br />
Invaders Rode & Lieberman, 2004 Neg biv, brach sp F/F N Amer
Extinction in the Marine Bivalvia<br />
aPPendix (Continued).<br />
Latitude Crame, 2002 Pos biv gen, sp Cret Global Epifaunal taxa only.<br />
Meta rate Knoll & others, 2007 Neg biv gen P/T China<br />
Morph com Kauffman, 1978 NS biv sp Cret N Amer<br />
Morph var Kolbe, Lockwood, & Hunt, 2011 Neg veneroids sp Late Ng Florida<br />
Multivariate Crampton & others, 2010 See notes biv sp Cz NZ Geographic range significant. Epifaunal, suspension-feeder, body size, <strong>and</strong><br />
planktonic larva not significant.<br />
Multivariate Harnik, 2011 See notes 3 superfm sp Eo US Gulf CP Geographic range strong. Abundance weak. Body size weak overall but<br />
can be as strong as geographic range in specific superfamilies.<br />
Multivariate Jablonski & Hunt, 2006 See notes moll sp Cret-Cz US CP Geographic range more important than larval type.<br />
Multivariate Jablonski, 2008a See notes biv gen K/Pg Global Geographic range significant. Body size <strong>and</strong> species richness nonsignificant.<br />
Multivariate Rivadeneira & Marquet, 2007 See notes biv sp Late Ng W S Amer Epifaunal, geographic range, body size significant.<br />
Occupancy Foote & others, 2007 Neg moll sp Cz NZ Species at greatest risk are those that have already been in decline for a<br />
substantial period <strong>of</strong> time.<br />
Pachyodont Jablonski, 2008a Pos rudists gen K/Pg Global May be example <strong>of</strong> trait hitch-hiking. Geographic range is more important<br />
in determining risk.<br />
Phylogenetic Roy, Hunt, & Jablonski, 2009 Pos biv fam, gen Jur-Rec Global<br />
Plank larva Crampton & others, 2010 NS biv sp Cz NZ<br />
Plank larva Gallagher, 1991 Pos moll sp K/Pg US Atl CP<br />
Plank larva Jablonski & Hunt, 2006 NS moll sp Cret-Cz US CP<br />
Plank larva Jablonski, 1987 NS biv, gast sp Cret US CP<br />
Plank larva Stanley, 1986b NS biv sp Late Ng W N Amer<br />
Plank larva Valentine & Jablonski, 1986 NS biv, gast gen K/Pg US CP<br />
Schizodont Jablonski, 2008a Pos biv gen K/Pg Global May be example <strong>of</strong> trait hitch-hiking. Geographic range is more important<br />
in determining risk.<br />
Shell thick McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Sp richness H<strong>of</strong>fman, 1986 NS biv gen K/Pg Euro<br />
Sp richness Jablonski, 1986 NS biv, gast sp K/Pg US CP<br />
Sp richness Jablonski, 1986 Neg biv, gast sp Late Cret US CP<br />
Sp richness Jablonski, 1989 NS biv, gast gen K/Pg N Am, Euro<br />
Sp richness Jablonski, 2005 NS biv, gast gen K/Pg US CP<br />
Sp richness Jablonski, 2005 Neg biv, gast gen Late Cret US CP<br />
Sp richness McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Sp richness Smith & Roy, 2006 Neg scallops gen Plio/Pleist California<br />
Sp richness Vermeij, 1986 NS moll sp Plio N Atl<br />
Stenohaline Hallam, 1981 Pos biv gen T/J Global<br />
Stenotherm McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Stenotherm Stanley, 1986a Pos biv sp Plio/Pleist SE US<br />
Stenotherm Stanley, 1990a Pos biv sp Late Ng W Atl<br />
Stenotopic Anderson & Roopnarine, 2003 NS corbulids gen Mio E Pacific Examined within phylogenetic framework.<br />
Stenotopic Hansen & others, 1993 NS moll sp K/Pg E Texas Used lith<strong>of</strong>acies tolerance as proxy for stenotopy.<br />
Stenotopic Kauffman, 1977 Pos biv sp Cret W Interior<br />
Stenotopic Kauffman, 1978 Mixed biv sp Cret N Amer<br />
Stenotopic Levinton, 1974 Pos 4 groups gen Phan Global Comparison <strong>of</strong> mortality rates between selective suspension-feeders<br />
(Pectinacea, Pteriacea, Veneracea) <strong>and</strong> detritus feeders (Nuculoida).<br />
23
24 Treatise Online, number 29<br />
aPPendix (Continued).<br />
Trait Reference Pattern Taxon Taxon Age Location Notes<br />
level<br />
Stenotopic Posenato, 2009 Varies biv, brach gen Perm W Tethys Selectivity varies according to site.<br />
Strat range Stilwell, 2003 Neg moll gen, sp K/Pg S hemis<br />
Susp feeding Aberhan & others, 2007 Pos moll dom sp K/Pg Argentina<br />
Susp feeding Crampton & others, 2010 NS biv sp Cz NZ<br />
Susp feeding Hansen & others, 1987 Pos? biv sp K/Pg E Texas Shift from susp to dep feeders. May or may not be extinction selectivity.<br />
Susp feeding Hansen, Farrell, & Upshaw, 1993 Pos? moll sp K/Pg E Texas Shift from susp to dep feeders at one site. May or may not be extinction<br />
selectivity.<br />
Susp feeding Hansen & others, 1993 NS moll sp K/Pg E Texas Long-term shift from susp to dep feeders. Both go extinct at boundary.<br />
Susp feeding Hautmann & others, 2008 Pos biv dom sp T/J Tibet<br />
Susp feeding Jablonski & Raup, 1995 Pos biv gen K/Pg Global Selectivity due to low extinction in Nuculoida <strong>and</strong> Lucinoida.<br />
Susp feeding Jablonski, 1996a Pos biv gen K/Pg Global Argues that this is a taxonomic pattern.<br />
Susp feeding Kauffman, 1978 Pos biv sp Cret N Am<br />
Susp feeding Levinton, 1974 Pos 4 groups gen Phan Global Comparison <strong>of</strong> mortality rates between selective suspension-feeders<br />
(Pectinacea, Pteriacea, Veneracea) <strong>and</strong> detritus feeders (Nuculoida).<br />
Susp feeding McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Susp feeding Raup & Jablonski, 1993 Pos biv gen K/Pg Global Pattern due to low extinction in Nuculoida <strong>and</strong> Lucinoida.<br />
Susp feeding Rhodes & Thayer, 1991 Pos biv gen K/Pg Global<br />
Susp feeding Sheehan & Hansen, 1986 Pos moll sp K/Pg E Texas<br />
Susp feeding Stilwell, 2003 Pos moll gen, sp K/Pg S hemis<br />
Tax structure Rivadeneira & Marquet, 2007 NS biv sp Late Ng W S Amer<br />
Tropical Stanley, 1986a Pos biv sp Plio/Pleist SE US<br />
Water depth Jablonski & Raup, 1995 NS biv gen K/Pg US CP<br />
Water depth Jablonski, 1996a NS biv, gast gen K/Pg Global<br />
Water depth Levinton, 1973 Pos 6 species sp Rec New York Epifaunal taxa only.<br />
Water depth McClure & Bohonak, 1995 NS biv gen K/Pg US CP<br />
Water depth Raup & Jablonski, 1993 NS biv gen K/Pg Global<br />
Water depth Valentine & Jablonski, 1993 Pos moll sp Pleist California<br />
Key:<br />
Traits: Active locom = active locomotion; Aragonite = aragonitic shell composition; Bathy range = bathymetric range; Bur depth = burrowing depth; Escalation = escalated traits; Geo range = geographic range;<br />
Hypercapnia = sensitivity to hypercapnia; Meta rate = metabolic rate; Morph com = morphological complexity; Morph var = morphological variation; Multivariate = multivariate approaches; Plank larva<br />
= planktonic larva; Shell thick = shell thickness; Sp richness = species richness; Stenotherm = Stenothermal; Strat range = stratigraphic range; Susp feeding = suspension feeding; Tax structure = taxonomic<br />
structure.<br />
Pattern: Neg = negative selectivity (i.e., these taxa or taxa with higher levels <strong>of</strong> these traits are less likely to go extinct); NS = not significant; Pos = positive selectivity (i.e., these taxa or taxa with higher levels <strong>of</strong><br />
these traits are more likely to go extinct); ? = unclear whether this pattern is due to extinction selectivity.<br />
Taxon: ammon = ammonites; biv = bivalve; brach = brachiopods; dom = dominated; gast = gastropods; moll = mollusks; superfm = superfamilies.<br />
Taxon level: fam = families; gen = genera; sp = species.<br />
Age: Cret = Cretaceous; Cz = Cenozoic; Eo = Eocene; E/O = end-Eocene extinction; F/F = late Devonian extinction; Jur = Jurassic; K/Pg = end-Cretaceous extinction; Mio = Miocene; Ng = Neogene; Nor =<br />
Norian; O/S = end-Ordovician; Perm = Permian; P/T = end-Permian extinction; Phan = Phanerozoic; Pleist = Pleistocene; Pliens = Pliensbachian; Plio = Pliocene; Pz = Paleozoic; Rec = Recent; Rhaet =<br />
Rhaetian; T/J = end-Triassic extinction; Toar = Toarcian; Tri = Triassic.<br />
Location: Am = America; Atl = Atlantic; Carib = Caribbean; CP = Coastal Plain; E = East; Euro = Europe; hemis = hemisphere; N = North; NZ = New Zeal<strong>and</strong>; S = South; trop = tropical; W = West.<br />
Notes: dep = deposit; susp = suspension.